Results 31 to 40 of about 145,745 (278)
On degenerate linear stochastic evolution equations driven by jump processes [PDF]
We prove the existence and uniqueness of solutions of degenerate linear stochastic evolution equations driven by jump processes in a Hilbert scale using the variational framework of stochastic evolution equations and the method of vanishing viscosity.
Leahy, James-Michael +1 more
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Linear Inverse Problems for Multi-term Equations with Riemann — Liouville Derivatives
The issues of well-posedness of linear inverse coefficient problems for multi-term equations in Banach spaces with fractional Riemann – Liouville derivatives and with bounded operators at them are considered. Well-posedness criteria are obtained both for
M. M. Turov, V.E. Fedorov, B.T. Kien
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Quantum Control of Coherent π-Electron Dynamics in Aromatic Ring Molecules
Herein we review a theoretical study of unidirectional π-electron rotation in aromatic ring molecules, which originates from two quasi-degenerate electronic excited states created coherently by a linearly polarized ultraviolet/visible laser with a ...
Hirobumi Mineo +3 more
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Homogenization of locally stationary diffusions with possibly degenerate diffusion matrix [PDF]
This paper deals with homogenization of second order divergence form parabolic operators with locally stationary coefficients. Roughly speaking, locally stationary coefficients have two evolution scales: both an almost constant microscopic one and a ...
Rhodes, Rémi
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In this theoretical study, the problem of self-focusing of an X-ray intense laser beam in the thermal quantum plasma is studied. Using a relativistic fluid model and taking into account the hydrodynamic pressure of degenerate electrons in the zero ...
Javan, Naser Sepehri +3 more
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Coherently Driven N Number of Degenerate Three-Level Atoms with Parametric Amplifier
We have analyzed the squeezing and statistical properties of the cavity light beam produced by a coherently driven degenerate three-level laser with a degenerate parametric amplifier (DPA) in an open cavity and coupled to a vacuum reservoir via a single ...
Tamirat Abebe +2 more
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Domain decomposition based time integrators allow the usage of parallel and distributed hardware, making them well-suited for the temporal discretization of parabolic systems, in general, and degenerate parabolic problems, in particular.
Eisenmann, Monika, Hansen, Eskil
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Numerical treatment for some abstract degenerate second-order evolutionary problem
This paper addresses the numerical analysis of a class of a degenerate second-order evolution equations. We employ a finite element method for spatial discretization and a family of implicit finite difference schemes for time discretization.
Ramiro Acevedo +2 more
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Large-order trend of the anomalous-dimensions spectrum of trilinear twist-3 quark operators [PDF]
The anomalous dimensions of trilinear-quark operators are calculated at leading twist $t=3$ by diagonalizing the one-gluon exchange kernel of the renormalization-group type evolution equation for the nucleon distribution amplitude.
Bergmann +16 more
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Hypoelliptic Degenerate Evolution Equations of the Second Order
For degenerate parabolic differential operators, the study of hypoellipticity has been made by many authors (see [1]~[9]). But for degenerate ]?-parabolie differential operators, its study has not been made so detailed (see F. Treves [10]). So we shall give a sufficient condition for the operator given by (0.1) to be hypoelliptic by constructing very ...
openaire +2 more sources

